Article
Open Access
Bricks and pseudo MV-algebras are equivalent
-
N. Subrahmanyam
Published/Copyright:
March 26, 2008
Published Online: 2008-3-26
Published in Print: 2008-4-1
© 2008 Mathematical Institute, Slovak Academy of Sciences
Articles in the same Issue
- Bricks and pseudo MV-algebras are equivalent
- K-Radical classes and product radical classes of MV-algebras
- On calculation of generalized densities
- A note on normal bases of ideals in sextic algebraic number field
- A note on the multiplicity in factor ring
- Groups with few conjugacy classes of non-normal subgroups
- On the Alexandroff decomposition theorem
- Oscillation criteria for third-order nonlinear differential equations
- Oscillation of fourth order nonlinear neutral difference equations I
- Fundamental group of tiles associated to quadratic canonical number systems
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- Bricks and pseudo MV-algebras are equivalent
- K-Radical classes and product radical classes of MV-algebras
- On calculation of generalized densities
- A note on normal bases of ideals in sextic algebraic number field
- A note on the multiplicity in factor ring
- Groups with few conjugacy classes of non-normal subgroups
- On the Alexandroff decomposition theorem
- Oscillation criteria for third-order nonlinear differential equations
- Oscillation of fourth order nonlinear neutral difference equations I
- Fundamental group of tiles associated to quadratic canonical number systems
